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RIMT University
Mathematics III
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School of Engineering & Technology
Computer Science Engineering
B.Tech Computer Science & Engineeirng
Semester III
BTCS-2302
Gauss – elimination method, Gauss- Jordan method
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Analytic function
Gauss- Seidel iteration method, Rayleigh’s Power method for Eigen values and Eigenvectors
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Gauss – elimination method, Gauss- Jordan method
Gauss – elimination method, Gauss- Jordan method
Gauss – elimination method, Gauss- Jordan method
Gauss – elimination method, Gauss- Jordan method
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Analytic function
Gauss- Seidel iteration method, Rayleigh’s Power method for Eigen values and Eigenvectors
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Fourier Series for interval (c ,c+2l)
Even and odd, half range fourier series
Laplace transforms upto some imortant functions
Laplace transforms of derivative, integration
Formation of PDE, Lagranges Method
Homogeneous Partial Differential Equations with constant coefficients
Functions of Complex variable
Analytic function
Gauss- Seidel iteration method, Rayleigh’s Power method for Eigen values and Eigenvectors
Solutions of Initial values problems using Eulers, modified Eulers method. RK Method
Probability Distributions
Population or Universe, Sampling, Parameter of sampling, Standard Errors, Test of Significance, Critical Region, Level of Significance, Errors in Sampling, Steps in testing of Statistical Hypothesis
Topic 14
Topic 15
Topic 16
Topic 17
Topic 18
Topic 19
Topic 20
Topic 21
Topic 22
Topic 23
Topic 24
Topic 25
Topic 26
Topic 27
Topic 28
Topic 29
Topic 30
BTCS-2302
General
Fourier Series for interval (c ,c+2l)
Even and odd, half range fourier series
Laplace transforms upto some imortant functions
Laplace transforms of derivative, integration
Formation of PDE, Lagranges Method
Homogeneous Partial Differential Equations with constant coefficients
Functions of Complex variable
Analytic function
Gauss – elimination method, Gauss- Jordan method
Gauss- Seidel iteration method, Rayleigh’s Power method for Eigen values and Eigenvectors
Solutions of Initial values problems using Eulers, modified Eulers method. RK Method
Probability Distributions
Population or Universe, Sampling, Parameter of sampling, Standard Errors, Test of Significance, Critical Region, Level of Significance, Errors in Sampling, Steps in testing of Statistical Hypothesis
Topic 14
Topic 15
Topic 16
Topic 17
Topic 18
Topic 19
Topic 20
Topic 21
Topic 22
Topic 23
Topic 24
Topic 25
Topic 26
Topic 27
Topic 28
Topic 29
Topic 30
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